0 1 1 634336345630840183 0 8 4 true true 75dbd514-918f-4b7d-bc9e-0d342e6a7724 100;150;0;0 100;0;120;0 Shaded Delaunay_Weaverbird_Experiment.ghx 634333257009181259 0 150 169 0.640000045 0 29 c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group 150;170;135;255 1 9 75705e55-3a0b-4c24-bb04-e63545486d22 57f8d788-1ff9-4ecd-a71b-0be0071a064c b2d29414-836a-419f-8d70-156d9a2c71ee 6a9103e2-6a2e-40c0-bce9-bb64ff1351e6 ad101e8f-1e4e-4b60-be83-cb7454a5a228 b533284d-b5ba-4af5-b4c1-460fd3d3681e 1b3f82eb-92b0-4c48-a57a-ce3560364e8a 0e8c5e0a-0229-4a13-952a-9200ea1c76ff 2d4b5280-4231-4e7b-8f91-14b5e47b2c29 Group Attractor A group of Grasshopper objects d94d77fd-1fde-4a0e-a630-93416d75edd5 b40f28a2-ba30-4ac2-afe5-a6ece7f985fc Move Move Move Translate (move) an object along a vector. 5f0fbc26-d84b-40db-8a64-cff947f522c7 false true true longest_list 1349 46 66 49 1370 48 24 45 1382 71 false Geometry G Base geometry b036b757-759e-4512-b92a-68e4ff67ac0a true true true 1 ae731d00-8ffe-45de-906a-221629d08fce 1351 48 16 22 1351 48 16 22 1360.5 59.25 false Translation T Translation vector 71062197-d5ee-4da2-8b02-b5ef8efa7862 false true true 1 843981f0-4e74-4e8c-b3a2-a0f060f11665 1351 70 16 23 1351 70 16 23 1360.5 81.75 false Geometry G Translated geometry d7be4a44-320a-4531-bcb7-596d74e9a1e0 true true true 0 1397 48 16 45 1397 48 16 45 1406.5 70.5 false 934ede4a-924a-4973-bb05-0dc4b36fae75 Vector 2Pt Vector 2Pt Vec2Pt Create a vector between two points. 286f1a64-7d8c-4442-b0e5-20acfc36467a false true true longest_list 1025 129 63 64 1045 131 24 60 1057 161 false Point A A Base point bbb2d40f-f371-4ade-8c50-6923dfe5c952 true true true 1 ae731d00-8ffe-45de-906a-221629d08fce 1027 131 15 20 1027 131 15 20 1036 141 false Point B B Tip point 4aa82b72-6709-4a2f-9446-084b942e01fc true true true 1 be0427f4-9475-4b87-b5c0-8f80b64d16f2 1027 151 15 20 1027 151 15 20 1036 161 false Unitize U Unitize output 2d3d08e1-890d-41a1-b7d4-f2292fa8142b false true true 0 1 false 1027 171 15 20 1027 171 15 20 1036 181 false false Vector V Vector 053d8e3a-eddf-4537-bd49-d024e1445d46 false true true 0 1072 131 14 30 1072 131 14 30 1080.5 146 false Length L Vector length cd6dc905-31e2-48fc-82ef-e2d849bd3d01 false true true 0 1072 161 14 30 1072 161 14 30 1080.5 176 false 6ec39468-dae7-4ffa-a766-f2ab22a2c62e Amplitude Amplitude Amp Set the amplitude (length) of a vector. b91344bf-f45b-4ce4-8acb-6b4a85bdb16b false true true longest_list 1253 66 62 44 1272 68 24 40 1284 88 false Vector V Base vector 8726f9b1-9851-4c84-ae30-f618eee59fa4 false true true 1 053d8e3a-eddf-4537-bd49-d024e1445d46 1255 68 14 20 1255 68 14 20 1263.5 78 false Amplitude A Amplitude (length) value 3cb78ba0-5edd-4208-81a8-b8ab7be5a9dd false true true 1 fc9ff1b9-970c-48b9-8bb5-6329989e6a13 1 1255 88 14 20 1255 88 14 20 1263.5 98 false 1 Vector V Resulting vector 843981f0-4e74-4e8c-b3a2-a0f060f11665 false true true 0 1299 68 14 40 1299 68 14 40 1307.5 88 false 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Strength of Attractor Numeric slider for single values fc9ff1b9-970c-48b9-8bb5-6329989e6a13 false true true 0 1043 287 211 20 1043 287 111 20 1043.009 287.9725 false 10.25 0 20 3 0 59117080-164b-74a4-41a1-1b7891396cf6 Split Polygons Subdivision 0 Split Polygons Subdivision wbSplitPolygons Places a new face departing from the middle of each original face edge. Caps the whole with Sierpinski triangles. Provided by WeaverBird. db3d6d1b-c461-4975-b07f-f40913e71dc5 false true true longest_list 1774 101 66 125 1795 103 24 121 1807 164 false Mesh/Curves M The open or closed mesh, or closed curves list, to subdivide 9b032a4e-b2ac-4746-8e24-34bcb9fbd233 true true true 1 1 273d995e-8e4f-43c1-8db6-9c401bbd125b 1776 103 16 40 1776 103 16 40 1785.5 123.1667 false Level L The number of subdividing iterations for each face bbff667d-ea13-4f38-aa73-5beedfb196df false true true 0 1 1776 143 16 40 1776 143 16 40 1785.5 163.5 false 1 SmoothNakedEdges S When the value is true or not selected, the naked edges of any open mesh suppied will tend towards a spline. With false, naked edges will be kept coincident to the original ones 7af30c6c-b979-41c8-879c-cdee302c58c0 false true true 0 1 false 1776 183 16 40 1776 183 16 40 1785.5 203.8333 false true Output Mesh/Curves O The mesh after the subdividing process 267d97b2-5791-448f-ae9f-a396aeae1c9a true true true 0 1822 103 16 121 1822 103 16 121 1831.5 163.5 false 4098ec8a-819a-4ced-9ccc-86835d7e21cd Picture Frame Picture Frame wbFrame Computes a new mesh with higher genus, where each face has a new hole in the center and resembles a picture frame. The resulting mesh always consists of quad faces. Provided by WeaverBird. 97ef38e1-f35d-4969-9f0a-8169eb387f54 false true true longest_list 1657 85 66 74 1678 87 24 70 1690 122 false Mesh M The open or closed mesh, which will be subdivided. 56ad93e5-01c7-4eab-840d-9bb57119d858 true true true 1 cc975c7e-e79a-4284-8b14-880367e66964 1659 87 16 23 1659 87 16 23 1668.5 98.66666 false Distance D The scalar value used in the construction of the new internal vertices. f95c9c9a-b97e-4f2a-8e7a-8f38c45338df false true true 0 1 1659 110 16 23 1659 110 16 23 1668.5 122 false 5 OffsetType T Definition of distance for new vertices: 0 = Percentual of the edge (D in any case < 50.0), 1 = Parallelogram rule (D in any case < the shortest edge length / 2) a38775b0-f3e2-43d1-9f69-5bbeb35e8e48 false true true 0 1 1659 133 16 24 1659 133 16 24 1668.5 145.3333 false 0 OutMesh O The mesh after the subdividing process 273d995e-8e4f-43c1-8db6-9c401bbd125b true true true 0 1705 87 16 70 1705 87 16 70 1714.5 122 false 4098ec7a-819a-4ced-9eee-86835d7e21c9 Catmull-Clark Subdivision 0 Catmull-Clark Subdivision wbCatmullClark Calculates the type of mesh-based recursive subdivision described by Edwin Catmull and Jim Clark, at first in their 1978 paper. The resulting mesh always consists of quad faces. Provided by WeaverBird. b80bdbd7-d7e3-4c82-ae9e-b8f1e1f96d2d false true true longest_list 1877 143 66 118 1898 145 24 114 1910 202 false Mesh/Curves M The open or closed mesh, or closed curves list, to subdivide 62521ebf-24a1-4f44-9fb1-441e01c07c32 true true true 1 1 267d97b2-5791-448f-ae9f-a396aeae1c9a 1879 145 16 38 1879 145 16 38 1888.5 164 false Level L The number of subdividing iterations for each face 64344b2f-141a-4534-bce5-f349a2afaa7e false true true 0 1 1879 183 16 38 1879 183 16 38 1888.5 202 false 1 SmoothNakedEdges S When the value is true or not selected, the naked edges of any open mesh suppied will tend towards a spline. With false, naked edges will be kept coincident to the original ones f79cc7ea-5de0-44fd-bac3-acef57ba7e73 false true true 0 1 false 1879 221 16 38 1879 221 16 38 1888.5 240 false true Output Mesh/Curves O The mesh after the subdividing process 8bdc3428-787a-40b3-8c09-7b0b035d1865 true true true 0 1925 145 16 114 1925 145 16 114 1934.5 202 false 9c53bac0-ba66-40bd-8154-ce9829b9db1a Colour Swatch 255;30;128;160 Colour Swatch Swatch Colour (palette) swatch c0696ad4-597b-48ac-821f-5b00557e7504 false true true 0 2187 374 89 20 2187 374 89 20 2187.121 374.0303 false 537b0419-bbc2-4ff4-bf08-afe526367b2c Custom Preview Custom Preview Preview Allows for customized geometry previews 8661b446-3653-4e86-9ef7-e4ef51736cb4 true true true longest_list 2270 245 47 66 2291 247 24 62 2303 278 false Geometry G Geometry to preview 6f6a442d-5961-4d5e-bb41-bf849a211dab false true true 1 b0157492-2faf-4844-b1e4-bb4daa62c600 2272 247 16 31 2272 247 16 31 2281.5 262.5 false Shader S The preview shader override a41bacad-7ad7-4e21-9bf2-acc63c2a8ce8 false true true 1 c0696ad4-597b-48ac-821f-5b00557e7504 1 2272 278 16 31 2272 278 16 31 2281.5 293.5 false 255;255;105;180 255;0;0;0 255;76;32;54 255;255;255;255 0.5 0 00000000-0000-0000-0000-000000000000 cf3a0865-4882-46bd-91a1-d512acf95be4 Pull Point Pull Point Pull Pull a point to a variety of geometry. 9f086e0f-0639-428e-89b5-7fadb07b2423 false true true longest_list 911 145 65 64 932 147 24 60 944 177 false Point P Point to search from 5451d223-ffae-42b0-82cc-664582811441 true true true 1 ae731d00-8ffe-45de-906a-221629d08fce 913 147 16 20 913 147 16 20 922.5 157 false Geometry G Geometry that pulls 83fb4284-5d2e-4368-81b8-4deee766b82d true true true 1 1 9fecbc8f-4a14-4020-89cc-8dcb386f13b4 913 167 16 20 913 167 16 20 922.5 177 false Closest C Only return the closest pull 7ec0fc56-2bef-4434-8403-7309cd242aa4 false true true 0 1 false 913 187 16 20 913 187 16 20 922.5 197 false true Closest Point P Point in [S] closest to [P] be0427f4-9475-4b87-b5c0-8f80b64d16f2 true true true 0 959 147 15 30 959 147 15 30 968 162 false Distance D Distance between [P] and its projection onto [G] 00ae5cb5-c8d9-478f-bffc-d3965e2ab8eb false true true 0 959 177 15 30 959 177 15 30 968 192 false 761c4e3d-141b-9770-6525-2303925136c3 Mesh Thicken Mesh Thicken wbThicken Computes a new mesh that is solid, provided that the original mesh is one-manifold. Provided by WeaverBird. 6a649cb3-8c34-45d4-9c80-53968d8a91e9 false true true longest_list 1998 187 66 85 2019 189 24 81 2031 230 false Mesh M The open or closed mesh, which will be subdivided. 1d316e84-32c6-457e-bebe-e11f2ee3ef8f true true true 1 8bdc3428-787a-40b3-8c09-7b0b035d1865 2000 189 16 27 2000 189 16 27 2009.5 202.5 false Distance D The list of distanced to use in the construction of the new internal vertices. One distance/vertex 3383ae67-11e3-4084-a81e-9efdc7fd758c false true true 1 0 1 2000 216 16 27 2000 216 16 27 2009.5 229.5 false 0.1 OffsetType T Definition of distance: 0 = Diagonals, 1 = Trigonometrical (very experimental) cd0ab5b0-61a7-4caa-a892-94bc44fb5e98 false true true 0 1 2000 243 16 27 2000 243 16 27 2009.5 256.5 false 0 OutMesh O The mesh after the subdividing process 8edcc0b0-8491-40bc-abad-7632f8aa79d1 true true true 0 2046 189 16 81 2046 189 16 81 2055.5 229.5 false 4098ec7a-819a-4ced-9eee-86835d7e21c9 Catmull-Clark Subdivision 0 Catmull-Clark Subdivision wbCatmullClark Calculates the type of mesh-based recursive subdivision described by Edwin Catmull and Jim Clark, at first in their 1978 paper. The resulting mesh always consists of quad faces. Provided by WeaverBird. e39ff80e-f0b3-4b23-a5ab-75e9e8f8f80e true true true longest_list 2092 208 66 118 2113 210 24 114 2125 267 false Mesh/Curves M The open or closed mesh, or closed curves list, to subdivide 5de1c947-0c7a-44cc-b236-c7d159837a43 true true true 1 1 8edcc0b0-8491-40bc-abad-7632f8aa79d1 2094 210 16 38 2094 210 16 38 2103.5 229 false Level L The number of subdividing iterations for each face ffce98cd-35b5-4a6c-a250-3f65ed1484bc false true true 0 1 2094 248 16 38 2094 248 16 38 2103.5 267 false 3 SmoothNakedEdges S When the value is true or not selected, the naked edges of any open mesh suppied will tend towards a spline. With false, naked edges will be kept coincident to the original ones 0eaeb322-f477-46bf-ba6b-f30d3d538209 false true true 0 1 false 2094 286 16 38 2094 286 16 38 2103.5 305 false true Output Mesh/Curves O The mesh after the subdividing process b0157492-2faf-4844-b1e4-bb4daa62c600 true true true 0 2140 210 16 114 2140 210 16 114 2149.5 267 false deaf8653-5528-4286-807c-3de8b8dad781 Surface Surface Srf Represents a collection of 3D Surfaces b0fb2d38-9545-4217-af3a-b746aeccb501 false true true 0 1 492 96 50 20 492 96 50 20 517 106 false 22b736cc-22af-493f-93ad-c29fda504aa4 5106bafc-d5d4-4983-83e7-7be3ed07f502 Divide Surface Divide Surface SDivide Generate a grid of {uv} points on a surface. aa1500ca-f0c4-445e-95c1-d7f22c2bc06a false true true longest_list 600 98 68 64 620 100 24 60 632 130 false Surface S Surface to divide 3c7a2085-4fba-4fc2-8389-e8975470250e true true true 1 b0fb2d38-9545-4217-af3a-b746aeccb501 602 100 15 20 602 100 15 20 611 110 false U Count U Number of segments in {u} direction 06dca33d-edc1-45f5-8a98-645ebf2ea8a8 false true true 1 ac108acd-0959-40b8-aedd-fa0db84104c1 1 602 120 15 20 602 120 15 20 611 130 false 10 V Count V Number of segments in {v} direction 6fc674e3-a2b0-4783-919c-1f8e834ea54b false true true 1 467b8b59-53ab-40e0-98c2-88ef08eea0d0 1 602 140 15 20 602 140 15 20 611 150 false 10 Points P Division points ae731d00-8ffe-45de-906a-221629d08fce true true true 0 647 100 19 20 647 100 19 20 658 110 false Normals N Normal vectors at division points 2c224709-a01c-4761-abbe-876f1564a0cd false true true 0 647 120 19 20 647 120 19 20 658 130 false Parameters uv Parameter coordinates at division points 865dc626-5d1d-4d11-802e-271df6b0cb31 false true true 0 647 140 19 20 647 140 19 20 658 150 false 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Slider Numeric slider for single values ac108acd-0959-40b8-aedd-fa0db84104c1 false true true 0 375 144 141 20 375 144 41 20 375.7723 144.4 false 18 0 20 3 1 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Slider Numeric slider for single values 467b8b59-53ab-40e0-98c2-88ef08eea0d0 false true true 0 376 169 141 20 376 169 41 20 376.3 169.6 false 15 0 20 3 1 1eb4f6ff-3547-4184-bead-1b01e7cfd668 Delaunay Mesh Delaunay Mesh Del Delaunay triangulation a16567bf-afce-4ca2-a8f1-982ca9e66b5e false true true longest_list 1539 74 67 44 1561 76 24 40 1573 96 false Points P Points for triangulate cbb47726-96a1-4c66-b2d3-3a9dd4d5fb33 true true true 1 1 f97152d2-99e1-4871-9d57-42611a6516df 1541 76 17 20 1541 76 17 20 1551 86 false Plane Pl Optional base plane. If no plane is provided, then the best-fit plane will be used. 78db545b-7781-471b-b5e6-b2dfa28bc218 true true true 0 1 1541 96 17 20 1541 96 17 20 1551 106 false 0 0 0 1 0 0 0 1 0 Mesh M Mesh cc975c7e-e79a-4284-8b14-880367e66964 true true true 0 1588 76 16 40 1588 76 16 40 1597.5 96 false f80cfe18-9510-4b89-8301-8e58faf423bb Flatten Tree Flatten Tree Flatten Removes all branching information from a data tree. b78e1c9f-3dcd-46b7-a521-9779c0d0ddbc false true true longest_list 1438 56 64 59 1458 58 24 55 1470 86 false Data D Data stream to flatten 199c7b49-2e07-493a-81bd-623e25152bee true true true 2 1 d7be4a44-320a-4531-bcb7-596d74e9a1e0 1440 58 15 27 1440 58 15 27 1449 71.75 false Path P Path of flattened tree 478b0f63-7d58-432c-b2a5-395018de4ee0 false true true 0 1 1440 85 15 28 1440 85 15 28 1449 99.25 false {0} Data D Squished data f97152d2-99e1-4871-9d57-42611a6516df true true true 0 1485 58 15 55 1485 58 15 55 1494 85.5 false ab766b01-a3f5-4257-831a-fc84d7b288b4 Brep Area Brep Area Area Solve Brep area properties. ab5c6788-8701-4c28-bb7a-9f258fd9abce false true true longest_list 605 186 63 44 624 188 24 40 636 208 false Brep B Base Brep 5a338bd2-cc9b-4d2a-a4f7-a0b91c48e1a2 true true true 1 b0fb2d38-9545-4217-af3a-b746aeccb501 607 188 14 40 607 188 14 40 615.5 208 false Area A Area of Brep bf9865a6-c15f-4e48-a9b5-a137456748cc false true true 0 651 188 15 20 651 188 15 20 660 198 false Centroid C Area centroid of Brep b3836848-1418-4a11-9f0c-04a88ffdc7fd true true true 0 651 208 15 20 651 208 15 20 660 218 false 46b5564d-d3eb-4bf1-ae16-15ed132cfd88 Ellipse Ellipse Ellipse Create an ellipse defined by base plane and two radii. 75705e55-3a0b-4c24-bb04-e63545486d22 false true true longest_list 619 412 75 64 645 414 24 60 657 444 false Base B Base plane of ellipse 331bffb4-5078-4466-8512-03d6ca06d436 true true true 1 b3836848-1418-4a11-9f0c-04a88ffdc7fd 1 621 414 21 20 621 414 21 20 633 424 false 0 0 0 1 0 0 0 1 0 Radius 1 R1 Radius in {x} direction f0b324dd-d543-4db3-9235-f02ad5d0cf93 false true true 1 57f8d788-1ff9-4ecd-a71b-0be0071a064c 1 621 434 21 20 621 434 21 20 633 444 false 1 Radius 2 R2 Radius in {y} direction ff3b31ac-392d-4b96-a60b-8e9bd02f82b4 false true true 1 b2d29414-836a-419f-8d70-156d9a2c71ee 1 621 454 21 20 621 454 21 20 633 464 false 1 Ellipse E Resulting ellipse 7324f629-38d1-4a0e-ad6a-b35bbb6fef26 true true true 0 672 414 20 20 672 414 20 20 683.5 424 false Focus 1 F1 First focus point f431005c-0b28-4ac3-97d6-3704bd37beee false true true 0 672 434 20 20 672 434 20 20 683.5 444 false Focus 2 F2 Second focus point e30f659c-0445-45ba-961e-e8e3e8cdfebc false true true 0 672 454 20 20 672 454 20 20 683.5 464 false 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Slider Numeric slider for single values 57f8d788-1ff9-4ecd-a71b-0be0071a064c false true true 0 349 429 141 20 349 429 41 20 349.15 429.25 false 9 0 20 3 1 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Slider Numeric slider for single values b2d29414-836a-419f-8d70-156d9a2c71ee false true true 0 344 461 141 20 344 461 41 20 344.15 461.75 false 14 0 20 3 1 2162e72e-72fc-4bf8-9459-d4d82fa8aa14 Divide Curve Divide Curve Divide Divide a curve into equal length segments 6a9103e2-6a2e-40c0-bce9-bb64ff1351e6 false true true longest_list 775 426 63 64 795 428 24 60 807 458 false Curve C Curve to divide dcb38da9-4e68-4fb2-8bf7-3df199c5c89d true true true 1 7324f629-38d1-4a0e-ad6a-b35bbb6fef26 777 428 15 20 777 428 15 20 786 438 false Number N Number of segments efade670-602a-45bf-a6e5-98795cbb77d2 false true true 0 1 777 448 15 20 777 448 15 20 786 458 false 30 Kinks K Split segments at kinks 84d6a3df-c362-4c14-8a00-330b0241c920 false true true 0 1 false 777 468 15 20 777 468 15 20 786 478 false false Points P Division points ea4998b2-1583-4a53-ad39-9febd79e0e96 true true true 0 822 428 14 20 822 428 14 20 830.5 438 false Tangents T Tangent vectors at division points a3cefe79-d05f-44ca-b3f7-1c8c18c3f87b false true true 0 822 448 14 20 822 448 14 20 830.5 458 false Parameters t Parameter values at division points f0369abc-6c29-4e1e-bb4d-fd5206709785 false true true 0 822 468 14 20 822 468 14 20 830.5 478 false 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Animate This Slider Numeric slider for single values ad101e8f-1e4e-4b60-be83-cb7454a5a228 false true true 0 371 552 208 20 371 552 108 20 371.0248 552.0625 false 20 0 20 3 1 285ddd8a-5398-4a3e-b3c2-361025711a51 List Item List Item Item Retrieve a specific item from a list. b533284d-b5ba-4af5-b4c1-460fd3d3681e false true true longest_list 864 535 65 64 886 537 24 60 898 567 false List L Base list 99e7ecd8-9820-4a58-878c-5729e495c4cd true true true 1 1 ea4998b2-1583-4a53-ad39-9febd79e0e96 866 537 17 20 866 537 17 20 876 547 false Index i Item index dedc076a-ae85-4a63-afe0-4ed5741ddbb9 false true true 1 ef21dba8-82bc-4ac9-845b-64088bb1bf80 1 866 557 17 20 866 557 17 20 876 567 false 0 Wrap W Wrap index to list bounds 5d5045ec-ac78-4ab3-8086-a4c28f47df4c false true true 0 1 false 866 577 17 20 866 577 17 20 876 587 false false Element E Item at {i'} 9fecbc8f-4a14-4020-89cc-8dcb386f13b4 true true true 0 913 537 14 60 913 537 14 60 921.5 567 false d18db32b-7099-4eea-85c4-8ba675ee8ec3 Addition Addition A+B Mathematical addition 1b3f82eb-92b0-4c48-a57a-ce3560364e8a true true true longest_list 688 570 63 44 707 572 24 40 719 592 false A A First item for addition 7f483d40-94e3-429e-ae53-fea2137df0c3 true true true 1 ad101e8f-1e4e-4b60-be83-cb7454a5a228 690 572 14 20 690 572 14 20 698.5 582 false B B Second item for addition f0c8a793-558e-4d0b-ad72-bcdd766ce6b7 true true true 0 1 690 592 14 20 690 592 14 20 698.5 602 false 4 Result R The result of the Addition 9c4b16e6-041b-481d-a3ef-1844337f8556 true true true 0 734 572 15 40 734 572 15 40 743 592 false d18db32b-7099-4eea-85c4-8ba675ee8ec3 Addition Addition A+B Mathematical addition 0e8c5e0a-0229-4a13-952a-9200ea1c76ff true true true longest_list 709 629 63 44 728 631 24 40 740 651 false A A First item for addition cbed15b2-c183-4964-bb8f-1632509a219d true true true 1 9c4b16e6-041b-481d-a3ef-1844337f8556 711 631 14 20 711 631 14 20 719.5 641 false B B Second item for addition 21412344-047a-4cbf-b0c9-f7073461adfd true true true 0 1 711 651 14 20 711 651 14 20 719.5 661 false 4 Result R The result of the Addition fb312d10-cdbd-4b11-a53a-2edb21bedbae true true true 0 755 631 15 40 755 631 15 40 764 651 false f80cfe18-9510-4b89-8301-8e58faf423bb Flatten Tree Flatten Tree Flatten Removes all branching information from a data tree. 2d4b5280-4231-4e7b-8f91-14b5e47b2c29 true true true longest_list 775 542 64 59 795 544 24 55 807 572 false Data D Data stream to flatten 59028e6d-47a8-48b7-802b-e7bf6e450eae true true true 2 3 ad101e8f-1e4e-4b60-be83-cb7454a5a228 9c4b16e6-041b-481d-a3ef-1844337f8556 fb312d10-cdbd-4b11-a53a-2edb21bedbae 777 544 15 27 777 544 15 27 786 557.75 false Path P Path of flattened tree 332f1dab-b877-4c65-9145-44c9dd17cab4 false true true 0 1 777 571 15 28 777 571 15 28 786 585.25 false {0} Data D Squished data ef21dba8-82bc-4ac9-845b-64088bb1bf80 true true true 0 822 544 15 55 822 544 15 55 831 571.5 false